Prime p₀= 492713438316894833 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 8 48 30 22 20 12 16 12 20 22 30 48 8 (?)
a_n: 0 8 56 86 108 128 140 156 168 188 210 240 288 296
All 14 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 296
Found by: vinn@[CNT]
db: batch=70, k=14, 8 48 30 22 20 12 16

SPT(14)	492713345266278349	0 10 52 54 132 168 192 220 244 280 358 360 402 412	-93050616484
TPT(12)	492713402845193837	0 2 30 32 102 104 114 116 150 152 234 236	-35471700996
SPT(16)	492713415014636779	0 18 52 90 94 144 174 178 204 208 238 288 292 330 364 382	-23302258054
SPT(14)	492713417550367441	0 10 30 60 150 168 178 198 208 226 316 346 366 376	-20766527392
SPT(14)	492713419129933411	0 40 82 90 102 106 130 198 222 226 238 246 288 328	-19186961422
SPT(14)	492713429732692451	0 38 56 78 90 140 170 216 246 296 308 330 348 386	-8584202382
SPT(14)	492713449275463891	0 30 52 66 96 102 118 150 166 172 202 216 238 268	10958569058
SPT(14)	492713454308176289	0 14 24 30 42 44 80 144 180 182 194 200 210 224	15991281456
SPT(14)	492713460686567233	0 28 60 78 120 136 144 190 198 214 256 274 306 334	22369672400
SPT(14)	492713467491114481	0 42 72 96 150 190 192 196 198 238 292 316 346 388	29174219648
SPT(14)	492713475749034377	0 32 56 74 92 96 102 134 140 144 162 180 204 236	37432139544